Question 1

If you know that 1 cubic centimeter = 1 milliliter, how many liters are in 480 cubic centimeters? Explain the process you used.

Accepted Answer

To convert cubic centimeters (cc or cm³)

Question 2

A typical aluminum soda can contains 385 mL of soda. How many liters is this?

Accepted Answer

A) 0.0385 L 
B) 38.5 L 
C) 0.385 L 
D) 3.85 L 
A) 0.0385 L 
B) 38.5 L 
C) 0.385 L 
D) 3.85 L

Question 3

What metric measure is used to measure length or distance?

Accepted Answer

A) gram 
B) degrees 
C) meter 
D) liter 
A) gram 
B) degrees 
C) meter 
D) liter

Question 4

A piece of land has 672 feet of frontage on the road and a builder decides to subdivide the land so that each lot has 112 feet of frontage. How many lots will be in the subdivision?

Accepted Answer

A) 6 lots 
B) 784 lots 
C) 560 lots 
D) 8 lots 
A) 6 lots 
B) 784 lots 
C) 560 lots 
D) 8 lots

Question 5

Divide 8 ft 11 in. by 17 in.

Accepted Answer

A)  $6 \frac { 5 } { 17 } \mathrm { in } .$ 
B)  $8 \frac { 4 } { 17 }$ in. 
C)  $5 \frac { 6 } { 17 }$ in. 
D)  $7 \frac { 1 } { 12 }$ in. 
A)  $6 \frac { 5 } { 17 } \mathrm { in } .$ 
B)  $8 \frac { 4 } { 17 }$ in. 
C)  $5 \frac { 6 } { 17 }$ in. 
D)  $7 \frac { 1 } { 12 }$ in.

Question 6

How many containers, which can hold 3 quarts, are needed to distribute 300 gallons of water?

Accepted Answer

A) 75 containers 
B) 400 containers 
C) 900 containers 
D) 100 containers 
A) 75 containers 
B) 400 containers 
C) 900 containers 
D) 100 containers

Question 7

It takes 5 pieces of fencing material to fence 40 feet of yard. How many pieces of fencing material are required to fence a yard that is 360 feet?

Accepted Answer

A) 200 pieces 
B) 45 pieces 
C) 72 pieces 
D) 9 pieces 
A) 200 pieces 
B) 45 pieces 
C) 72 pieces 
D) 9 pieces

Question 8

Subtract: 5 yd 1 ft - 2 yd 2 ft

Accepted Answer

A) 2 yd 9 ft 
B) 3 yd 1 ft 
C) 2 yd 2 ft 
D) 3 yd 2 ft 
E)  none of the above 
A) 2 yd 9 ft 
B) 3 yd 1 ft 
C) 2 yd 2 ft 
D) 3 yd 2 ft 
E)  none of the above

Question 9

A can contains 12 fl oz of cola. What is the volume of a 12-pack of cola? Express the result in standard notation.

Accepted Answer

A) 1 gal 1 pt 
B) 4 qt 1 pt 
C) 4 qt 1 c 
D) 3 qt 3 pt 
A) 1 gal 1 pt 
B) 4 qt 1 pt 
C) 4 qt 1 c 
D) 3 qt 3 pt

Question 10

Multiply and write the product in standard notation: 3 gal 3 qt × 4

Accepted Answer

A) 14 gal 4 qt 
B) 12 gal 4 qt 
C) 15 gal 
D) 12 gal 12 qt 
A) 14 gal 4 qt 
B) 12 gal 4 qt 
C) 15 gal 
D) 12 gal 12 qt

Question 11

Add: 8 gal 3 qt + 5 gal 2 qt

Accepted Answer

A) 13 gal 1 qt 
B) 14 gal 5 qt 
C) 14 gal 1 qt 
D) 13 gal 
E)  none of the above 
A) 13 gal 1 qt 
B) 14 gal 5 qt 
C) 14 gal 1 qt 
D) 13 gal 
E)  none of the above

Question 12

32.4 cm = ? m

Accepted Answer

A) 0.324 
B) 3240 
C) 3.24 
D) 324 
E)  none of the above 
A) 0.324 
B) 3240 
C) 3.24 
D) 324 
E)  none of the above

Question 13

Divide and write the quotient in standard notation: 2 yd 10 ft 8 in. ÷ 4

Accepted Answer

A) 4 ft 2 in. 
B) 3 yd 2 in. 
C) 2 ft 2 in. 
D) 1 yd 1 ft 2 in. 
A) 4 ft 2 in. 
B) 3 yd 2 in. 
C) 2 ft 2 in. 
D) 1 yd 1 ft 2 in.

Question 14

change $\frac { 540 \mathrm { gal } } { \text { min } } \text { to } \frac { \mathrm { gal } } { \mathrm { s } }$

Accepted Answer

A)  $\frac { 135 \mathrm { gal } } { \mathrm { s } }$ 
B)  $\frac { 9 \mathrm { gal } } { \mathrm { s } }$ 
C)  $\frac { 0.15 \mathrm { gal } } { \mathrm { s } }$ 
D)  $\frac { 225 \mathrm { gal } } { \mathrm { s } }$ 
A)  $\frac { 135 \mathrm { gal } } { \mathrm { s } }$ 
B)  $\frac { 9 \mathrm { gal } } { \mathrm { s } }$ 
C)  $\frac { 0.15 \mathrm { gal } } { \mathrm { s } }$ 
D)  $\frac { 225 \mathrm { gal } } { \mathrm { s } }$

Question 15

A carpenter is estimating the amount of baseboard for a rectangular room that measures 28 feet 6 inches by 32 feet 9 inches. How many feet will it take to go around the room if
You must add two of the lengths and two of the widths? Answer in feet and inches in
Standard form.

Accepted Answer

A) 122 feet 6 inches 
B) 950 feet 
C) 89 feet 3 inches 
D) 197 feet 
A) 122 feet 6 inches 
B) 950 feet 
C) 89 feet 3 inches 
D) 197 feet

Question 16

If a car can go 216 miles on 12 gallons of gasoline, how far can it travel on 20 gallons?

Accepted Answer

A) 360 miles 
B) 1,728 miles 
C) 129.6 miles 
D) 456 miles 
A) 360 miles 
B) 1,728 miles 
C) 129.6 miles 
D) 456 miles

Question 17

How many yards are in a driveway that is 287 feet long?

Accepted Answer

A) 95.7 yards 
B) 861 yards 
C) 17.9 yards 
D) 23.9 yards 
A) 95.7 yards 
B) 861 yards 
C) 17.9 yards 
D) 23.9 yards

Question 18

Subtract: 5 days - 15 hours

Accepted Answer

A) 4 days 5 hours 
B) 4 days 9 hours 
C) 5 days 9 hours 
D) 5 days 15 hours 
E)  none of the above 
A) 4 days 5 hours 
B) 4 days 9 hours 
C) 5 days 9 hours 
D) 5 days 15 hours 
E)  none of the above

Question 19

If you know the total length of a fence and the width of each board used to build the fence, what operation would you use to determine the number of boards needed for the fence?

Accepted Answer

A) multiplication 
B) addition 
C) division 
D) subtraction 
A) multiplication 
B) addition 
C) division 
D) subtraction

Question 20

Change 290 meters to centimeters.

Accepted Answer

A) 2,900 cm 
B) 29 cm 
C) 29,000 cm 
D) 290,000 cm 
A) 2,900 cm 
B) 29 cm 
C) 29,000 cm 
D) 290,000 cm

If you know that 1 cubic centimeter = 1 milliliter, how many liters are in 480 cubic centimeters? Explain the process you used.

A typical aluminum soda can contains 385 mL of soda. How many liters is this?

What metric measure is used to measure length or distance?

A piece of land has 672 feet of frontage on the road and a builder decides to subdivide the land so that each lot has 112 feet of frontage. How many lots will be in the subdivision?

Divide 8 ft 11 in. by 17 in.

How many containers, which can hold 3 quarts, are needed to distribute 300 gallons of water?

It takes 5 pieces of fencing material to fence 40 feet of yard. How many pieces of fencing material are required to fence a yard that is 360 feet?

Subtract: 5 yd 1 ft - 2 yd 2 ft

A can contains 12 fl oz of cola. What is the volume of a 12-pack of cola? Express the result in standard notation.

Multiply and write the product in standard notation: 3 gal 3 qt × 4

Add: 8 gal 3 qt + 5 gal 2 qt

32.4 cm = ? m

Divide and write the quotient in standard notation: 2 yd 10 ft 8 in. ÷ 4

change $\frac { 540 \mathrm { gal } } { \text { min } } \text { to } \frac { \mathrm { gal } } { \mathrm { s } }$

A carpenter is estimating the amount of baseboard for a rectangular room that measures 28 feet 6 inches by 32 feet 9 inches. How many feet will it take to go around the room if You must add two of the lengths and two of the widths? Answer in feet and inches in Standard form.

If a car can go 216 miles on 12 gallons of gasoline, how far can it travel on 20 gallons?

How many yards are in a driveway that is 287 feet long?

Subtract: 5 days - 15 hours

If you know the total length of a fence and the width of each board used to build the fence, what operation would you use to determine the number of boards needed for the fence?

Change 290 meters to centimeters.

Review of Basic Concepts

Review of Fractions

Percents

Signed Numbers and Powers of 10

Statistics

Linear Equations and Inequalities

Formulas, Proportion, and Variation

Linear Equations, Functions, and Inequalities in Two Variables

Systems of Linear Equations

Powers and Polynomials

Roots and Radicals

Factoring

Rational Expressions, Equations, and Inequalities

Quadratic and Other Nonlinear Equations and Inequalities

Exponential and Logarithmic Equations

Geometry

Triangles

Right-Triangle Trigonometry

Trigonometry With Any Angle

Filters

Exam 4: Measurement

If you know that 1 cubic centimeter = 1 milliliter, how many liters are in 480 cubic centimeters? Explain the process you used.

A typical aluminum soda can contains 385 mL of soda. How many liters is this?

What metric measure is used to measure length or distance?

A piece of land has 672 feet of frontage on the road and a builder decides to subdivide the land so that each lot has 112 feet of frontage. How many lots will be in the subdivision?

Divide 8 ft 11 in. by 17 in.

How many containers, which can hold 3 quarts, are needed to distribute 300 gallons of water?

It takes 5 pieces of fencing material to fence 40 feet of yard. How many pieces of fencing material are required to fence a yard that is 360 feet?

Subtract: 5 yd 1 ft - 2 yd 2 ft

A can contains 12 fl oz of cola. What is the volume of a 12-pack of cola? Express the result in standard notation.

Multiply and write the product in standard notation: 3 gal 3 qt × 4

Add: 8 gal 3 qt + 5 gal 2 qt

32.4 cm = ? m

Divide and write the quotient in standard notation: 2 yd 10 ft 8 in. ÷ 4

change 540gal min to gals\frac { 540 \mathrm { gal } } { \text { min } } \text { to } \frac { \mathrm { gal } } { \mathrm { s } } min 540gal​ to sgal​

A carpenter is estimating the amount of baseboard for a rectangular room that measures 28 feet 6 inches by 32 feet 9 inches. How many feet will it take to go around the room if You must add two of the lengths and two of the widths? Answer in feet and inches in Standard form.

If a car can go 216 miles on 12 gallons of gasoline, how far can it travel on 20 gallons?

How many yards are in a driveway that is 287 feet long?

Subtract: 5 days - 15 hours

If you know the total length of a fence and the width of each board used to build the fence, what operation would you use to determine the number of boards needed for the fence?

Change 290 meters to centimeters.

Review of Basic Concepts

Review of Fractions

Percents

Signed Numbers and Powers of 10

Statistics

Linear Equations and Inequalities

Formulas, Proportion, and Variation

Linear Equations, Functions, and Inequalities in Two Variables

Systems of Linear Equations

Powers and Polynomials

Roots and Radicals

Factoring

Rational Expressions, Equations, and Inequalities

Quadratic and Other Nonlinear Equations and Inequalities

Exponential and Logarithmic Equations

Geometry

Triangles

Right-Triangle Trigonometry

Trigonometry With Any Angle

Filters

change $\frac { 540 \mathrm { gal } } { \text { min } } \text { to } \frac { \mathrm { gal } } { \mathrm { s } }$